non linear device
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The proposed circuit is a basic electric circuit that produces chaos whcih consists three energy storage devices, a dissipative device, and a non-linear device. This paper investigates the use of a memristor as the nonlinear device in Chua’s circuit. The memristor is represented mathematically by the port equation and the state equation. The memristor state is defined by the past and present values of input voltage rather than by a piecewise linear or cubic polynomial function. The proposed circuit shows that the circuit undergoes chaotic oscillations that are sensitive to the initial conditions.


Author(s):  
M. V. Litvin

The article considers a problem of receiving the pulse signal mixed additively with correlated interference. It shows that a whitening transformation may be implemented via a non-linear device performing interference selection and subsequent cancellation. Reception quality is evaluated.


Author(s):  
Soon-il Hong ◽  
Kwang-Pyo Lee ◽  
Eui-Rim Jeong

This paper proposes a digital predistortion (DPD) technique to improve linearization performance when the power amplifier (PA) is driven near the saturation region. The PA is a non-linear device in general, and the nonlinear distortion becomes severer as the output power increases. However, the PA’s power efficiency increases as the PA output power increases. The nonlinearity results in spectral regrowth, which leads to adjacent channel interference, and degrades the transmit signal quality. According to our simulation, the linearization performance of DPD is degraded abruptly when the PA operates in its saturation region. To relieve this problem, we propose an improved DPD technique. The proposed technique performs on/off control of the adaptive algorithm based on the magnitude of the transmitted signal. Specifically, the adaptation normally works for small and medium signals while it stops for large signals. Therefore, harmful coefficient updates by saturated signals can be avoided. A computer simulation shows that the proposed method can improve the linearization performance compared with the conventional DPD method in highly driven PAs.


Author(s):  
Soon-il Hong ◽  
Kwang-Pyo Lee ◽  
Eui-Rim Jeong

This paper proposes a digital predistortion (DPD) technique to improve linearization performance when the power amplifier (PA) is driven near the saturation region. The PA is a non-linear device in general, and the nonlinear distortion becomes severer as the output power increases. However, the PA’s power efficiency increases as the PA output power increases. The nonlinearity results in spectral regrowth, which leads to adjacent channel interference, and degrades the transmit signal quality. According to our simulation, the linearization performance of DPD is degraded abruptly when the PA operates in its saturation region. To relieve this problem, we propose an improved DPD technique. The proposed technique performs on/off control of the adaptive algorithm based on the magnitude of the transmitted signal. Specifically, the adaptation normally works for small and medium signals while it stops for large signals. Therefore, harmful coefficient updates by saturated signals can be avoided. A computer simulation shows that the proposed method can improve the linearization performance compared with the conventional DPD method in highly driven PAs.


2010 ◽  
Vol 2 (2) ◽  
pp. 225-233 ◽  
Author(s):  
Antonio Augusto Lisboa de Souza ◽  
Emmanuel Dupouy ◽  
Jean-Christophe Nallatamby ◽  
Michel Prigent ◽  
Juan Obregon

This paper presents a detailed experimental analysis of the cyclostationary properties of low-frequency (LF) noise sources of microwave bipolar devices, in order to improve the LF noise description in compact models. Such models are used to help designers on predicting circuit performances such as phase and amplitude noise in oscillators. We start by reviewing the most relevant experimental and simulation results on the subject, and then investigate the model of conductance fluctuations proposed to explain the 1/f noise of carbon resistors. This simple linear case serves as a basis for understanding the complex case of a non-linear device under large-signal periodic operation. We then present the large-signal small-signal analysis of a pumped junction, focusing on the process of converting the fundamental LF noise process, a current fluctuation, into voltage fluctuations. We show why a stationary noise model would lead to an increase of the voltage noise observed around DC when the device is pumped, while the voltage noise would decrease if a cyclostationary model was used. A great amount of experimental data is presented not only to support our analysis, but also as a mean to distinguish between the two noise processes under consideration: stationary or cyclostationary. The goal of our noise measurement technique was to maximize the difference between those two concepts. Throughout the paper, we revisit some known concepts and show how some experimental results may lead to misinterpretations.


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